{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/Users/visser/drive/PhD/Code/pain-measurement\n"
     ]
    }
   ],
   "source": [
    "import logging\n",
    "from pathlib import Path\n",
    "\n",
    "if Path.cwd().stem == \"notebooks\":\n",
    "    %cd ..\n",
    "from src.log_config import configure_logging\n",
    "\n",
    "configure_logging(\n",
    "    stream_level=logging.DEBUG,\n",
    "    ignore_libs=[\"numexpr\", \"numba\", \"bokeh\", \"matplotlib\", \"tornado\", \"Comm\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
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       "  var docs_json = {\"41dcb3d4-db9c-4c33-8ae9-36f9e87ef3ce\":{\"version\":\"3.4.1\",\"title\":\"Bokeh Application\",\"roots\":[{\"type\":\"object\",\"name\":\"panel.models.browser.BrowserInfo\",\"id\":\"p1002\"},{\"type\":\"object\",\"name\":\"panel.models.comm_manager.CommManager\",\"id\":\"p1003\",\"attributes\":{\"plot_id\":\"p1002\",\"comm_id\":\"1b7bbae595874e6188f73612d4cd3b38\",\"client_comm_id\":\"f92f5a535798481d98ed771bbcda9367\"}}],\"defs\":[{\"type\":\"model\",\"name\":\"ReactiveHTML1\"},{\"type\":\"model\",\"name\":\"FlexBox1\",\"properties\":[{\"name\":\"align_content\",\"kind\":\"Any\",\"default\":\"flex-start\"},{\"name\":\"align_items\",\"kind\":\"Any\",\"default\":\"flex-start\"},{\"name\":\"flex_direction\",\"kind\":\"Any\",\"default\":\"row\"},{\"name\":\"flex_wrap\",\"kind\":\"Any\",\"default\":\"wrap\"},{\"name\":\"justify_content\",\"kind\":\"Any\",\"default\":\"flex-start\"},{\"name\":\"gap\",\"kind\":\"Any\",\"default\":\"\"}]},{\"type\":\"model\",\"name\":\"FloatPanel1\",\"properties\":[{\"name\":\"config\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"contained\",\"kind\":\"Any\",\"default\":true},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"right-top\"},{\"name\":\"offsetx\",\"kind\":\"Any\",\"default\":null},{\"name\":\"offsety\",\"kind\":\"Any\",\"default\":null},{\"name\":\"theme\",\"kind\":\"Any\",\"default\":\"primary\"},{\"name\":\"status\",\"kind\":\"Any\",\"default\":\"normalized\"}]},{\"type\":\"model\",\"name\":\"GridStack1\",\"properties\":[{\"name\":\"mode\",\"kind\":\"Any\",\"default\":\"warn\"},{\"name\":\"ncols\",\"kind\":\"Any\",\"default\":null},{\"name\":\"nrows\",\"kind\":\"Any\",\"default\":null},{\"name\":\"allow_resize\",\"kind\":\"Any\",\"default\":true},{\"name\":\"allow_drag\",\"kind\":\"Any\",\"default\":true},{\"name\":\"state\",\"kind\":\"Any\",\"default\":[]}]},{\"type\":\"model\",\"name\":\"drag1\",\"properties\":[{\"name\":\"slider_width\",\"kind\":\"Any\",\"default\":5},{\"name\":\"slider_color\",\"kind\":\"Any\",\"default\":\"black\"},{\"name\":\"value\",\"kind\":\"Any\",\"default\":50}]},{\"type\":\"model\",\"name\":\"click1\",\"properties\":[{\"name\":\"terminal_output\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"debug_name\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"clears\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"FastWrapper1\",\"properties\":[{\"name\":\"object\",\"kind\":\"Any\",\"default\":null},{\"name\":\"style\",\"kind\":\"Any\",\"default\":null}]},{\"type\":\"model\",\"name\":\"NotificationAreaBase1\",\"properties\":[{\"name\":\"js_events\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"bottom-right\"},{\"name\":\"_clear\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"NotificationArea1\",\"properties\":[{\"name\":\"js_events\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"notifications\",\"kind\":\"Any\",\"default\":[]},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"bottom-right\"},{\"name\":\"_clear\",\"kind\":\"Any\",\"default\":0},{\"name\":\"types\",\"kind\":\"Any\",\"default\":[{\"type\":\"map\",\"entries\":[[\"type\",\"warning\"],[\"background\",\"#ffc107\"],[\"icon\",{\"type\":\"map\",\"entries\":[[\"className\",\"fas fa-exclamation-triangle\"],[\"tagName\",\"i\"],[\"color\",\"white\"]]}]]},{\"type\":\"map\",\"entries\":[[\"type\",\"info\"],[\"background\",\"#007bff\"],[\"icon\",{\"type\":\"map\",\"entries\":[[\"className\",\"fas fa-info-circle\"],[\"tagName\",\"i\"],[\"color\",\"white\"]]}]]}]}]},{\"type\":\"model\",\"name\":\"Notification\",\"properties\":[{\"name\":\"background\",\"kind\":\"Any\",\"default\":null},{\"name\":\"duration\",\"kind\":\"Any\",\"default\":3000},{\"name\":\"icon\",\"kind\":\"Any\",\"default\":null},{\"name\":\"message\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"notification_type\",\"kind\":\"Any\",\"default\":null},{\"name\":\"_destroyed\",\"kind\":\"Any\",\"default\":false}]},{\"type\":\"model\",\"name\":\"TemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"BootstrapTemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"TemplateEditor1\",\"properties\":[{\"name\":\"layout\",\"kind\":\"Any\",\"default\":[]}]},{\"type\":\"model\",\"name\":\"MaterialTemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"copy_to_clipboard1\",\"properties\":[{\"name\":\"fill\",\"kind\":\"Any\",\"default\":\"none\"},{\"name\":\"value\",\"kind\":\"Any\",\"default\":null}]}]}};\n",
       "  var render_items = [{\"docid\":\"41dcb3d4-db9c-4c33-8ae9-36f9e87ef3ce\",\"roots\":{\"p1002\":\"d0d53348-0b06-4747-ba03-244de23b9e23\"},\"root_ids\":[\"p1002\"]}];\n",
       "  var docs = Object.values(docs_json)\n",
       "  if (!docs) {\n",
       "    return\n",
       "  }\n",
       "  const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n",
       "  function embed_document(root) {\n",
       "    var Bokeh = get_bokeh(root)\n",
       "    Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "    for (const render_item of render_items) {\n",
       "      for (const root_id of render_item.root_ids) {\n",
       "\tconst id_el = document.getElementById(root_id)\n",
       "\tif (id_el.children.length && (id_el.children[0].className === 'bk-root')) {\n",
       "\t  const root_el = id_el.children[0]\n",
       "\t  root_el.id = root_el.id + '-rendered'\n",
       "\t}\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  function get_bokeh(root) {\n",
       "    if (root.Bokeh === undefined) {\n",
       "      return null\n",
       "    } else if (root.Bokeh.version !== py_version) {\n",
       "      if (root.Bokeh.versions === undefined || !root.Bokeh.versions.has(py_version)) {\n",
       "\treturn null\n",
       "      }\n",
       "      return root.Bokeh.versions.get(py_version);\n",
       "    } else if (root.Bokeh.version === py_version) {\n",
       "      return root.Bokeh\n",
       "    }\n",
       "    return null\n",
       "  }\n",
       "  function is_loaded(root) {\n",
       "    var Bokeh = get_bokeh(root)\n",
       "    return (Bokeh != null && Bokeh.Panel !== undefined && ( root['Plotly'] !== undefined))\n",
       "  }\n",
       "  if (is_loaded(root)) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (is_loaded(root)) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else if (document.readyState == \"complete\") {\n",
       "        attempts++;\n",
       "        if (attempts > 200) {\n",
       "          clearInterval(timer);\n",
       "\t  var Bokeh = get_bokeh(root)\n",
       "\t  if (Bokeh == null || Bokeh.Panel == null) {\n",
       "            console.warn(\"Panel: ERROR: Unable to run Panel code because Bokeh or Panel library is missing\");\n",
       "\t  } else {\n",
       "\t    console.warn(\"Panel: WARNING: Attempting to render but not all required libraries could be resolved.\")\n",
       "\t    embed_document(root)\n",
       "\t  }\n",
       "        }\n",
       "      }\n",
       "    }, 25, root)\n",
       "  }\n",
       "})(window);</script>"
      ]
     },
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
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       "  \n",
       "</div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import holoviews as hv\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import polars as pl\n",
    "\n",
    "from src.experiments.measurement.stimulus_generator import (\n",
    "    StimulusGenerator,\n",
    ")\n",
    "from src.helpers import to_describe\n",
    "from src.visualization.plot_stimulus import plot_stimulus_with_shapes\n",
    "\n",
    "pl.Config.set_tbl_rows(12)  # for the 12 trials\n",
    "hv.extension(\"plotly\")\n",
    "plt.rcParams[\"figure.figsize\"] = [15, 5]  # default is [6, 4]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Plot one random seed:\n"
     ]
    },
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
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         "x": [
          0,
          0.1,
          0.2,
          0.3,
          0.4,
          0.5,
          0.6,
          0.7,
          0.8,
          0.9,
          1,
          1.1,
          1.2,
          1.3,
          1.4,
          1.5,
          1.6,
          1.7,
          1.8,
          1.9,
          2,
          2.1,
          2.2,
          2.3,
          2.4,
          2.5,
          2.6,
          2.7,
          2.8,
          2.9,
          3,
          3.1,
          3.2,
          3.3,
          3.4,
          3.5,
          3.6,
          3.7,
          3.8,
          3.9,
          4,
          4.1,
          4.2,
          4.3,
          4.4,
          4.5,
          4.6,
          4.7,
          4.8,
          4.9,
          5,
          5.1,
          5.2,
          5.3,
          5.4,
          5.5,
          5.6,
          5.7,
          5.8,
          5.9,
          6,
          6.1,
          6.2,
          6.3,
          6.4,
          6.5,
          6.6,
          6.7,
          6.8,
          6.9,
          7,
          7.1,
          7.2,
          7.3,
          7.4,
          7.5,
          7.6,
          7.7,
          7.8,
          7.9,
          8,
          8.1,
          8.2,
          8.3,
          8.4,
          8.5,
          8.6,
          8.7,
          8.8,
          8.9,
          9,
          9.1,
          9.2,
          9.3,
          9.4,
          9.5,
          9.6,
          9.7,
          9.8,
          9.9,
          10,
          10.1,
          10.2,
          10.3,
          10.4,
          10.5,
          10.6,
          10.7,
          10.8,
          10.9,
          11,
          11.1,
          11.2,
          11.3,
          11.4,
          11.5,
          11.6,
          11.7,
          11.8,
          11.9,
          12,
          12.1,
          12.2,
          12.3,
          12.4,
          12.5,
          12.6,
          12.7,
          12.8,
          12.9,
          13,
          13.1,
          13.2,
          13.3,
          13.4,
          13.5,
          13.6,
          13.7,
          13.8,
          13.9,
          14,
          14.1,
          14.2,
          14.3,
          14.4,
          14.5,
          14.6,
          14.7,
          14.8,
          14.9,
          15,
          15.1,
          15.2,
          15.3,
          15.4,
          15.5,
          15.6,
          15.7,
          15.8,
          15.9,
          16,
          16.1,
          16.2,
          16.3,
          16.4,
          16.5,
          16.6,
          16.7,
          16.8,
          16.9,
          17,
          17.1,
          17.2,
          17.3,
          17.4,
          17.5,
          17.6,
          17.7,
          17.8,
          17.9,
          18,
          18.1,
          18.2,
          18.3,
          18.4,
          18.5,
          18.6,
          18.7,
          18.8,
          18.9,
          19,
          19.1,
          19.2,
          19.3,
          19.4,
          19.5,
          19.6,
          19.7,
          19.8,
          19.9,
          20,
          20.1,
          20.2,
          20.3,
          20.4,
          20.5,
          20.6,
          20.7,
          20.8,
          20.9,
          21,
          21.1,
          21.2,
          21.3,
          21.4,
          21.5,
          21.6,
          21.7,
          21.8,
          21.9,
          22,
          22.1,
          22.2,
          22.3,
          22.4,
          22.5,
          22.6,
          22.7,
          22.8,
          22.9,
          23,
          23.1,
          23.2,
          23.3,
          23.4,
          23.5,
          23.6,
          23.7,
          23.8,
          23.9,
          24,
          24.1,
          24.2,
          24.3,
          24.4,
          24.5,
          24.6,
          24.7,
          24.8,
          24.9,
          25,
          25.1,
          25.2,
          25.3,
          25.4,
          25.5,
          25.6,
          25.7,
          25.8,
          25.9,
          26,
          26.1,
          26.2,
          26.3,
          26.4,
          26.5,
          26.6,
          26.7,
          26.8,
          26.9,
          27,
          27.1,
          27.2,
          27.3,
          27.4,
          27.5,
          27.6,
          27.7,
          27.8,
          27.9,
          28,
          28.1,
          28.2,
          28.3,
          28.4,
          28.5,
          28.6,
          28.7,
          28.8,
          28.9,
          29,
          29.1,
          29.2,
          29.3,
          29.4,
          29.5,
          29.6,
          29.7,
          29.8,
          29.9,
          30,
          30.1,
          30.2,
          30.3,
          30.4,
          30.5,
          30.6,
          30.7,
          30.8,
          30.9,
          31,
          31.1,
          31.2,
          31.3,
          31.4,
          31.5,
          31.6,
          31.7,
          31.8,
          31.9,
          32,
          32.1,
          32.2,
          32.3,
          32.4,
          32.5,
          32.6,
          32.7,
          32.8,
          32.9,
          33,
          33.1,
          33.2,
          33.3,
          33.4,
          33.5,
          33.6,
          33.7,
          33.8,
          33.9,
          34,
          34.1,
          34.2,
          34.3,
          34.4,
          34.5,
          34.6,
          34.7,
          34.8,
          34.9,
          35,
          35.1,
          35.2,
          35.3,
          35.4,
          35.5,
          35.6,
          35.7,
          35.8,
          35.9,
          36,
          36.1,
          36.2,
          36.3,
          36.4,
          36.5,
          36.6,
          36.7,
          36.8,
          36.9,
          37,
          37.1,
          37.2,
          37.3,
          37.4,
          37.5,
          37.6,
          37.7,
          37.8,
          37.9,
          38,
          38.1,
          38.2,
          38.3,
          38.4,
          38.5,
          38.6,
          38.7,
          38.8,
          38.9,
          39,
          39.1,
          39.2,
          39.3,
          39.4,
          39.5,
          39.6,
          39.7,
          39.8,
          39.9,
          40,
          40.1,
          40.2,
          40.3,
          40.4,
          40.5,
          40.6,
          40.7,
          40.8,
          40.9,
          41,
          41.1,
          41.2,
          41.3,
          41.4,
          41.5,
          41.6,
          41.7,
          41.8,
          41.9,
          42,
          42.1,
          42.2,
          42.3,
          42.4,
          42.5,
          42.6,
          42.7,
          42.8,
          42.9,
          43,
          43.1,
          43.2,
          43.3,
          43.4,
          43.5,
          43.6,
          43.7,
          43.8,
          43.9,
          44,
          44.1,
          44.2,
          44.3,
          44.4,
          44.5,
          44.6,
          44.7,
          44.8,
          44.9,
          45,
          45.1,
          45.2,
          45.3,
          45.4,
          45.5,
          45.6,
          45.7,
          45.8,
          45.9,
          46,
          46.1,
          46.2,
          46.3,
          46.4,
          46.5,
          46.6,
          46.7,
          46.8,
          46.9,
          47,
          47.1,
          47.2,
          47.3,
          47.4,
          47.5,
          47.6,
          47.7,
          47.8,
          47.9,
          48,
          48.1,
          48.2,
          48.3,
          48.4,
          48.5,
          48.6,
          48.7,
          48.8,
          48.9,
          49,
          49.1,
          49.2,
          49.3,
          49.4,
          49.5,
          49.6,
          49.7,
          49.8,
          49.9,
          50,
          50.1,
          50.2,
          50.3,
          50.4,
          50.5,
          50.6,
          50.7,
          50.8,
          50.9,
          51,
          51.1,
          51.2,
          51.3,
          51.4,
          51.5,
          51.6,
          51.7,
          51.8,
          51.9,
          52,
          52.1,
          52.2,
          52.3,
          52.4,
          52.5,
          52.6,
          52.7,
          52.8,
          52.9,
          53,
          53.1,
          53.2,
          53.3,
          53.4,
          53.5,
          53.6,
          53.7,
          53.8,
          53.9,
          54,
          54.1,
          54.2,
          54.3,
          54.4,
          54.5,
          54.6,
          54.7,
          54.8,
          54.9,
          55,
          55.1,
          55.2,
          55.3,
          55.4,
          55.5,
          55.6,
          55.7,
          55.8,
          55.9,
          56,
          56.1,
          56.2,
          56.3,
          56.4,
          56.5,
          56.6,
          56.7,
          56.8,
          56.9,
          57,
          57.1,
          57.2,
          57.3,
          57.4,
          57.5,
          57.6,
          57.7,
          57.8,
          57.9,
          58,
          58.1,
          58.2,
          58.3,
          58.4,
          58.5,
          58.6,
          58.7,
          58.8,
          58.9,
          59,
          59.1,
          59.2,
          59.3,
          59.4,
          59.5,
          59.6,
          59.7,
          59.8,
          59.9,
          60,
          60.1,
          60.2,
          60.3,
          60.4,
          60.5,
          60.6,
          60.7,
          60.8,
          60.9,
          61,
          61.1,
          61.2,
          61.3,
          61.4,
          61.5,
          61.6,
          61.7,
          61.8,
          61.9,
          62,
          62.1,
          62.2,
          62.3,
          62.4,
          62.5,
          62.6,
          62.7,
          62.8,
          62.9,
          63,
          63.1,
          63.2,
          63.3,
          63.4,
          63.5,
          63.6,
          63.7,
          63.8,
          63.9,
          64,
          64.1,
          64.2,
          64.3,
          64.4,
          64.5,
          64.6,
          64.7,
          64.8,
          64.9,
          65,
          65.1,
          65.2,
          65.3,
          65.4,
          65.5,
          65.6,
          65.7,
          65.8,
          65.9,
          66,
          66.1,
          66.2,
          66.3,
          66.4,
          66.5,
          66.6,
          66.7,
          66.8,
          66.9,
          67,
          67.1,
          67.2,
          67.3,
          67.4,
          67.5,
          67.6,
          67.7,
          67.8,
          67.9,
          68,
          68.1,
          68.2,
          68.3,
          68.4,
          68.5,
          68.6,
          68.7,
          68.8,
          68.9,
          69,
          69.1,
          69.2,
          69.3,
          69.4,
          69.5,
          69.6,
          69.7,
          69.8,
          69.9,
          70,
          70.1,
          70.2,
          70.3,
          70.4,
          70.5,
          70.6,
          70.7,
          70.8,
          70.9,
          71,
          71.1,
          71.2,
          71.3,
          71.4,
          71.5,
          71.6,
          71.7,
          71.8,
          71.9,
          72,
          72.1,
          72.2,
          72.3,
          72.4,
          72.5,
          72.6,
          72.7,
          72.8,
          72.9,
          73,
          73.1,
          73.2,
          73.3,
          73.4,
          73.5,
          73.6,
          73.7,
          73.8,
          73.9,
          74,
          74.1,
          74.2,
          74.3,
          74.4,
          74.5,
          74.6,
          74.7,
          74.8,
          74.9,
          75,
          75.1,
          75.2,
          75.3,
          75.4,
          75.5,
          75.6,
          75.7,
          75.8,
          75.9,
          76,
          76.1,
          76.2,
          76.3,
          76.4,
          76.5,
          76.6,
          76.7,
          76.8,
          76.9,
          77,
          77.1,
          77.2,
          77.3,
          77.4,
          77.5,
          77.6,
          77.7,
          77.8,
          77.9,
          78,
          78.1,
          78.2,
          78.3,
          78.4,
          78.5,
          78.6,
          78.7,
          78.8,
          78.9,
          79,
          79.1,
          79.2,
          79.3,
          79.4,
          79.5,
          79.6,
          79.7,
          79.8,
          79.9,
          80,
          80.1,
          80.2,
          80.3,
          80.4,
          80.5,
          80.6,
          80.7,
          80.8,
          80.9,
          81,
          81.1,
          81.2,
          81.3,
          81.4,
          81.5,
          81.6,
          81.7,
          81.8,
          81.9,
          82,
          82.1,
          82.2,
          82.3,
          82.4,
          82.5,
          82.6,
          82.7,
          82.8,
          82.9,
          83,
          83.1,
          83.2,
          83.3,
          83.4,
          83.5,
          83.6,
          83.7,
          83.8,
          83.9,
          84,
          84.1,
          84.2,
          84.3,
          84.4,
          84.5,
          84.6,
          84.7,
          84.8,
          84.9,
          85,
          85.1,
          85.2,
          85.3,
          85.4,
          85.5,
          85.6,
          85.7,
          85.8,
          85.9,
          86,
          86.1,
          86.2,
          86.3,
          86.4,
          86.5,
          86.6,
          86.7,
          86.8,
          86.9,
          87,
          87.1,
          87.2,
          87.3,
          87.4,
          87.5,
          87.6,
          87.7,
          87.8,
          87.9,
          88,
          88.1,
          88.2,
          88.3,
          88.4,
          88.5,
          88.6,
          88.7,
          88.8,
          88.9,
          89,
          89.1,
          89.2,
          89.3,
          89.4,
          89.5,
          89.6,
          89.7,
          89.8,
          89.9,
          90,
          90.1,
          90.2,
          90.3,
          90.4,
          90.5,
          90.6,
          90.7,
          90.8,
          90.9,
          91,
          91.1,
          91.2,
          91.3,
          91.4,
          91.5,
          91.6,
          91.7,
          91.8,
          91.9,
          92,
          92.1,
          92.2,
          92.3,
          92.4,
          92.5,
          92.6,
          92.7,
          92.8,
          92.9,
          93,
          93.1,
          93.2,
          93.3,
          93.4,
          93.5,
          93.6,
          93.7,
          93.8,
          93.9,
          94,
          94.1,
          94.2,
          94.3,
          94.4,
          94.5,
          94.6,
          94.7,
          94.8,
          94.9,
          95,
          95.1,
          95.2,
          95.3,
          95.4,
          95.5,
          95.6,
          95.7,
          95.8,
          95.9,
          96,
          96.1,
          96.2,
          96.3,
          96.4,
          96.5,
          96.6,
          96.7,
          96.8,
          96.9,
          97,
          97.1,
          97.2,
          97.3,
          97.4,
          97.5,
          97.6,
          97.7,
          97.8,
          97.9,
          98,
          98.1,
          98.2,
          98.3,
          98.4,
          98.5,
          98.6,
          98.7,
          98.8,
          98.9,
          99,
          99.1,
          99.2,
          99.3,
          99.4,
          99.5,
          99.6,
          99.7,
          99.8,
          99.9,
          100,
          100.1,
          100.2,
          100.3,
          100.4,
          100.5,
          100.6,
          100.7,
          100.8,
          100.9,
          101,
          101.1,
          101.2,
          101.3,
          101.4,
          101.5,
          101.6,
          101.7,
          101.8,
          101.9,
          102,
          102.1,
          102.2,
          102.3,
          102.4,
          102.5,
          102.6,
          102.7,
          102.8,
          102.9,
          103,
          103.1,
          103.2,
          103.3,
          103.4,
          103.5,
          103.6,
          103.7,
          103.8,
          103.9,
          104,
          104.1,
          104.2,
          104.3,
          104.4,
          104.5,
          104.6,
          104.7,
          104.8,
          104.9,
          105,
          105.1,
          105.2,
          105.3,
          105.4,
          105.5,
          105.6,
          105.7,
          105.8,
          105.9,
          106,
          106.1,
          106.2,
          106.3,
          106.4,
          106.5,
          106.6,
          106.7,
          106.8,
          106.9,
          107,
          107.1,
          107.2,
          107.3,
          107.4,
          107.5,
          107.6,
          107.7,
          107.8,
          107.9,
          108,
          108.1,
          108.2,
          108.3,
          108.4,
          108.5,
          108.6,
          108.7,
          108.8,
          108.9,
          109,
          109.1,
          109.2,
          109.3,
          109.4,
          109.5,
          109.6,
          109.7,
          109.8,
          109.9,
          110,
          110.1,
          110.2,
          110.3,
          110.4,
          110.5,
          110.6,
          110.7,
          110.8,
          110.9,
          111,
          111.1,
          111.2,
          111.3,
          111.4,
          111.5,
          111.6,
          111.7,
          111.8,
          111.9,
          112,
          112.1,
          112.2,
          112.3,
          112.4,
          112.5,
          112.6,
          112.7,
          112.8,
          112.9,
          113,
          113.1,
          113.2,
          113.3,
          113.4,
          113.5,
          113.6,
          113.7,
          113.8,
          113.9,
          114,
          114.1,
          114.2,
          114.3,
          114.4,
          114.5,
          114.6,
          114.7,
          114.8,
          114.9,
          115,
          115.1,
          115.2,
          115.3,
          115.4,
          115.5,
          115.6,
          115.7,
          115.8,
          115.9,
          116,
          116.1,
          116.2,
          116.3,
          116.4,
          116.5,
          116.6,
          116.7,
          116.8,
          116.9,
          117,
          117.1,
          117.2,
          117.3,
          117.4,
          117.5,
          117.6,
          117.7,
          117.8,
          117.9,
          118,
          118.1,
          118.2,
          118.3,
          118.4,
          118.5,
          118.6,
          118.7,
          118.8,
          118.9,
          119,
          119.1,
          119.2,
          119.3,
          119.4,
          119.5,
          119.6,
          119.7,
          119.8,
          119.9,
          120,
          120.1,
          120.2,
          120.3,
          120.4,
          120.5,
          120.6,
          120.7,
          120.8,
          120.9,
          121,
          121.1,
          121.2,
          121.3,
          121.4,
          121.5,
          121.6,
          121.7,
          121.8,
          121.9,
          122,
          122.1,
          122.2,
          122.3,
          122.4,
          122.5,
          122.6,
          122.7,
          122.8,
          122.9,
          123,
          123.1,
          123.2,
          123.3,
          123.4,
          123.5,
          123.6,
          123.7,
          123.8,
          123.9,
          124,
          124.1,
          124.2,
          124.3,
          124.4,
          124.5,
          124.6,
          124.7,
          124.8,
          124.9,
          125,
          125.1,
          125.2,
          125.3,
          125.4,
          125.5,
          125.6,
          125.7,
          125.8,
          125.9,
          126,
          126.1,
          126.2,
          126.3,
          126.4,
          126.5,
          126.6,
          126.7,
          126.8,
          126.9,
          127,
          127.1,
          127.2,
          127.3,
          127.4,
          127.5,
          127.6,
          127.7,
          127.8,
          127.9,
          128,
          128.1,
          128.2,
          128.3,
          128.4,
          128.5,
          128.6,
          128.7,
          128.8,
          128.9,
          129,
          129.1,
          129.2,
          129.3,
          129.4,
          129.5,
          129.6,
          129.7,
          129.8,
          129.9,
          130,
          130.1,
          130.2,
          130.3,
          130.4,
          130.5,
          130.6,
          130.7,
          130.8,
          130.9,
          131,
          131.1,
          131.2,
          131.3,
          131.4,
          131.5,
          131.6,
          131.7,
          131.8,
          131.9,
          132,
          132.1,
          132.2,
          132.3,
          132.4,
          132.5,
          132.6,
          132.7,
          132.8,
          132.9,
          133,
          133.1,
          133.2,
          133.3,
          133.4,
          133.5,
          133.6,
          133.7,
          133.8,
          133.9,
          134,
          134.1,
          134.2,
          134.3,
          134.4,
          134.5,
          134.6,
          134.7,
          134.8,
          134.9,
          135,
          135.1,
          135.2,
          135.3,
          135.4,
          135.5,
          135.6,
          135.7,
          135.8,
          135.9,
          136,
          136.1,
          136.2,
          136.3,
          136.4,
          136.5,
          136.6,
          136.7,
          136.8,
          136.9,
          137,
          137.1,
          137.2,
          137.3,
          137.4,
          137.5,
          137.6,
          137.7,
          137.8,
          137.9,
          138,
          138.1,
          138.2,
          138.3,
          138.4,
          138.5,
          138.6,
          138.7,
          138.8,
          138.9,
          139,
          139.1,
          139.2,
          139.3,
          139.4,
          139.5,
          139.6,
          139.7,
          139.8,
          139.9,
          140,
          140.1,
          140.2,
          140.3,
          140.4,
          140.5,
          140.6,
          140.7,
          140.8,
          140.9,
          141,
          141.1,
          141.2,
          141.3,
          141.4,
          141.5,
          141.6,
          141.7,
          141.8,
          141.9,
          142,
          142.1,
          142.2,
          142.3,
          142.4,
          142.5,
          142.6,
          142.7,
          142.8,
          142.9,
          143,
          143.1,
          143.2,
          143.3,
          143.4,
          143.5,
          143.6,
          143.7,
          143.8,
          143.9,
          144,
          144.1,
          144.2,
          144.3,
          144.4,
          144.5,
          144.6,
          144.7,
          144.8,
          144.9,
          145,
          145.1,
          145.2,
          145.3,
          145.4,
          145.5,
          145.6,
          145.7,
          145.8,
          145.9,
          146,
          146.1,
          146.2,
          146.3,
          146.4,
          146.5,
          146.6,
          146.7,
          146.8,
          146.9,
          147,
          147.1,
          147.2,
          147.3,
          147.4,
          147.5,
          147.6,
          147.7,
          147.8,
          147.9,
          148,
          148.1,
          148.2,
          148.3,
          148.4,
          148.5,
          148.6,
          148.7,
          148.8,
          148.9,
          149,
          149.1,
          149.2,
          149.3,
          149.4,
          149.5,
          149.6,
          149.7,
          149.8,
          149.9,
          150,
          150.1,
          150.2,
          150.3,
          150.4,
          150.5,
          150.6,
          150.7,
          150.8,
          150.9,
          151,
          151.1,
          151.2,
          151.3,
          151.4,
          151.5,
          151.6,
          151.7,
          151.8,
          151.9,
          152,
          152.1,
          152.2,
          152.3,
          152.4,
          152.5,
          152.6,
          152.7,
          152.8,
          152.9,
          153,
          153.1,
          153.2,
          153.3,
          153.4,
          153.5,
          153.6,
          153.7,
          153.8,
          153.9,
          154,
          154.1,
          154.2,
          154.3,
          154.4,
          154.5,
          154.6,
          154.7,
          154.8,
          154.9,
          155,
          155.1,
          155.2,
          155.3,
          155.4,
          155.5,
          155.6,
          155.7,
          155.8,
          155.9,
          156,
          156.1,
          156.2,
          156.3,
          156.4,
          156.5,
          156.6,
          156.7,
          156.8,
          156.9,
          157,
          157.1,
          157.2,
          157.3,
          157.4,
          157.5,
          157.6,
          157.7,
          157.8,
          157.9,
          158,
          158.1,
          158.2,
          158.3,
          158.4,
          158.5,
          158.6,
          158.7,
          158.8,
          158.9,
          159,
          159.1,
          159.2,
          159.3,
          159.4,
          159.5,
          159.6,
          159.7,
          159.8,
          159.9,
          160,
          160.1,
          160.2,
          160.3,
          160.4,
          160.5,
          160.6,
          160.7,
          160.8,
          160.9,
          161,
          161.1,
          161.2,
          161.3,
          161.4,
          161.5,
          161.6,
          161.7,
          161.8,
          161.9,
          162,
          162.1,
          162.2,
          162.3,
          162.4,
          162.5,
          162.6,
          162.7,
          162.8,
          162.9,
          163,
          163.1,
          163.2,
          163.3,
          163.4,
          163.5,
          163.6,
          163.7,
          163.8,
          163.9,
          164,
          164.1,
          164.2,
          164.3,
          164.4,
          164.5,
          164.6,
          164.7,
          164.8,
          164.9,
          165,
          165.1,
          165.2,
          165.3,
          165.4,
          165.5,
          165.6,
          165.7,
          165.8,
          165.9,
          166,
          166.1,
          166.2,
          166.3,
          166.4,
          166.5,
          166.6,
          166.7,
          166.8,
          166.9,
          167,
          167.1,
          167.2,
          167.3,
          167.4,
          167.5,
          167.6,
          167.7,
          167.8,
          167.9,
          168,
          168.1,
          168.2,
          168.3,
          168.4,
          168.5,
          168.6,
          168.7,
          168.8,
          168.9,
          169,
          169.1,
          169.2,
          169.3,
          169.4,
          169.5,
          169.6,
          169.7,
          169.8,
          169.9,
          170,
          170.1,
          170.2,
          170.3,
          170.4,
          170.5,
          170.6,
          170.7,
          170.8,
          170.9,
          171,
          171.1,
          171.2,
          171.3,
          171.4,
          171.5,
          171.6,
          171.7,
          171.8,
          171.9,
          172,
          172.1,
          172.2,
          172.3,
          172.4,
          172.5,
          172.6,
          172.7,
          172.8,
          172.9,
          173,
          173.1,
          173.2,
          173.3,
          173.4,
          173.5,
          173.6,
          173.7,
          173.8,
          173.9,
          174,
          174.1,
          174.2,
          174.3,
          174.4,
          174.5,
          174.6,
          174.7,
          174.8,
          174.9,
          175,
          175.1,
          175.2,
          175.3,
          175.4,
          175.5,
          175.6,
          175.7,
          175.8,
          175.9,
          176,
          176.1,
          176.2,
          176.3,
          176.4,
          176.5,
          176.6,
          176.7,
          176.8,
          176.9,
          177,
          177.1,
          177.2,
          177.3,
          177.4,
          177.5,
          177.6,
          177.7,
          177.8,
          177.9,
          178,
          178.1,
          178.2,
          178.3,
          178.4,
          178.5,
          178.6,
          178.7,
          178.8,
          178.9,
          179,
          179.1,
          179.2,
          179.3,
          179.4,
          179.5,
          179.6,
          179.7,
          179.8,
          179.9
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    "dummy_config = {\n",
    "    \"seeds\": [1, 2, 3],\n",
    "    \"half_cycle_num\": 2,\n",
    "    \"period_range\": [2, 2],\n",
    "    \"big_decreasing_half_cycle_num\": 0,\n",
    "    \"shorten_expected_duration\": 0,\n",
    "    \"amplitude_range\": [0.9, 1.0],\n",
    "    \"plateau_num\": 0,\n",
    "    \"prolonged_minima_num\": 0,\n",
    "}\n",
    "\n",
    "dummy_participant = {\n",
    "    \"temperature_baseline\": 40,\n",
    "    \"temperature_range\": 2,  # VAS 0 - VAS 70\n",
    "}\n",
    "\n",
    "config = {\n",
    "    \"seeds\": [133, 243, 265, 396, 467, 658, 681, 743, 806, 841, 870, 952],\n",
    "    \"sample_rate\": 10,\n",
    "    \"half_cycle_num\": 10,\n",
    "    \"period_range\": [5, 20],\n",
    "    \"amplitude_range\": [0.3, 1.0],\n",
    "    \"inflection_point_range\": [-0.4, 0.3],\n",
    "    \"shorten_expected_duration\": 2,\n",
    "    \"big_decreasing_half_cycle_num\": 3,\n",
    "    \"big_decreasing_half_cycle_period\": 20,\n",
    "    \"big_decreasing_half_cycle_amplitude\": 0.925,\n",
    "    \"big_decreasing_half_cycle_min_y_intercept\": 0.9,\n",
    "    \"plateau_num\": 2,\n",
    "    \"plateau_duration\": 15,\n",
    "    \"plateau_percentile_range\": [25, 50],\n",
    "    \"prolonged_minima_num\": 1,\n",
    "    \"prolonged_minima_duration\": 5,\n",
    "}\n",
    "assert len(config[\"seeds\"]) == len(set(config[\"seeds\"])), \"Seeds must be unique\"\n",
    "assert len(config[\"seeds\"]) == 12, \"There must be 12 seeds\"\n",
    "\n",
    "# Plot one random seed\n",
    "config.update(dummy_participant)\n",
    "seed = np.random.randint(0, 1000)\n",
    "stimulus = StimulusGenerator(config, debug=0, seed=None)\n",
    "\n",
    "print(\"Plot one random seed:\")\n",
    "plot_stimulus_with_shapes(stimulus)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Show all stimuli"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We want 12 seeds for unpredictable stimuli (note peak-and-end-rule)\n",
    "- some with plateau in last peak\n",
    "- some with low end temperature\n",
    "- no mere sinosiodal patterns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "stimuli = pl.DataFrame()\n",
    "for seed in config[\"seeds\"]:\n",
    "    stimulus = StimulusGenerator(config, seed)\n",
    "    df = pl.DataFrame(\n",
    "        {\n",
    "            \"y\": stimulus.y,\n",
    "            \"time\": np.arange(len(stimulus.y)),\n",
    "            \"seed\": np.array([seed] * len(stimulus.y)),\n",
    "        }\n",
    "    )\n",
    "    stimuli = pl.concat([stimuli, df])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "10452cf5ca524ac8b73b36e491f3a642",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "BokehModel(combine_events=True, render_bundle={'docs_json': {'51931282-ab5d-446f-ba94-d143851e14ed': {'version…"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stimuli.plot(\n",
    "    x=\"time\",\n",
    "    y=\"y\",\n",
    "    kind=\"line\",\n",
    "    groupby=\"seed\",\n",
    "    ylim=config[\"temperature_baseline\"]\n",
    "    + np.array([-1, 1]) * config[\"temperature_range\"] / 2,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><style>\n",
       ".dataframe > thead > tr,\n",
       ".dataframe > tbody > tr {\n",
       "  text-align: right;\n",
       "  white-space: pre-wrap;\n",
       "}\n",
       "</style>\n",
       "<small>shape: (12, 10)</small><table border=\"1\" class=\"dataframe\"><thead><tr><th>seed</th><th>y_count</th><th>y_null_count</th><th>y_mean</th><th>y_std</th><th>y_min</th><th>y_25%</th><th>y_50%</th><th>y_75%</th><th>y_max</th></tr><tr><td>i64</td><td>u32</td><td>u32</td><td>f64</td><td>f64</td><td>f64</td><td>f64</td><td>f64</td><td>f64</td><td>f64</td></tr></thead><tbody><tr><td>133</td><td>1800</td><td>0</td><td>39.898236</td><td>0.561889</td><td>39.0</td><td>39.554134</td><td>39.70172</td><td>40.310282</td><td>40.995339</td></tr><tr><td>243</td><td>1800</td><td>0</td><td>39.914784</td><td>0.557169</td><td>39.0</td><td>39.504282</td><td>39.863213</td><td>40.364459</td><td>40.984846</td></tr><tr><td>265</td><td>1800</td><td>0</td><td>39.911848</td><td>0.587166</td><td>39.0</td><td>39.461611</td><td>39.706489</td><td>40.388284</td><td>40.992497</td></tr><tr><td>396</td><td>1800</td><td>0</td><td>39.960371</td><td>0.55159</td><td>39.0</td><td>39.637477</td><td>39.91531</td><td>40.411773</td><td>40.975779</td></tr><tr><td>467</td><td>1800</td><td>0</td><td>39.956094</td><td>0.559327</td><td>39.0</td><td>39.580144</td><td>39.963317</td><td>40.38925</td><td>40.983069</td></tr><tr><td>658</td><td>1800</td><td>0</td><td>39.94728</td><td>0.550466</td><td>39.0</td><td>39.495037</td><td>39.955365</td><td>40.352985</td><td>40.939432</td></tr><tr><td>681</td><td>1800</td><td>0</td><td>39.909818</td><td>0.543579</td><td>39.0</td><td>39.530498</td><td>39.923812</td><td>40.323264</td><td>40.98605</td></tr><tr><td>743</td><td>1800</td><td>0</td><td>39.951091</td><td>0.547577</td><td>39.0</td><td>39.620098</td><td>39.846014</td><td>40.385393</td><td>40.98473</td></tr><tr><td>806</td><td>1800</td><td>0</td><td>39.869235</td><td>0.584727</td><td>39.0</td><td>39.421885</td><td>39.635627</td><td>40.323394</td><td>40.999029</td></tr><tr><td>841</td><td>1800</td><td>0</td><td>39.98557</td><td>0.569852</td><td>39.0</td><td>39.539472</td><td>39.991942</td><td>40.486413</td><td>40.968468</td></tr><tr><td>870</td><td>1800</td><td>0</td><td>39.925095</td><td>0.592805</td><td>39.0</td><td>39.531876</td><td>39.722715</td><td>40.466352</td><td>40.999331</td></tr><tr><td>952</td><td>1800</td><td>0</td><td>39.979713</td><td>0.544834</td><td>39.0</td><td>39.604224</td><td>39.915884</td><td>40.425402</td><td>40.981914</td></tr></tbody></table></div>"
      ],
      "text/plain": [
       "shape: (12, 10)\n",
       "┌──────┬─────────┬──────────────┬───────────┬───┬───────────┬───────────┬───────────┬───────────┐\n",
       "│ seed ┆ y_count ┆ y_null_count ┆ y_mean    ┆ … ┆ y_25%     ┆ y_50%     ┆ y_75%     ┆ y_max     │\n",
       "│ ---  ┆ ---     ┆ ---          ┆ ---       ┆   ┆ ---       ┆ ---       ┆ ---       ┆ ---       │\n",
       "│ i64  ┆ u32     ┆ u32          ┆ f64       ┆   ┆ f64       ┆ f64       ┆ f64       ┆ f64       │\n",
       "╞══════╪═════════╪══════════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪═══════════╡\n",
       "│ 133  ┆ 1800    ┆ 0            ┆ 39.898236 ┆ … ┆ 39.554134 ┆ 39.70172  ┆ 40.310282 ┆ 40.995339 │\n",
       "│ 243  ┆ 1800    ┆ 0            ┆ 39.914784 ┆ … ┆ 39.504282 ┆ 39.863213 ┆ 40.364459 ┆ 40.984846 │\n",
       "│ 265  ┆ 1800    ┆ 0            ┆ 39.911848 ┆ … ┆ 39.461611 ┆ 39.706489 ┆ 40.388284 ┆ 40.992497 │\n",
       "│ 396  ┆ 1800    ┆ 0            ┆ 39.960371 ┆ … ┆ 39.637477 ┆ 39.91531  ┆ 40.411773 ┆ 40.975779 │\n",
       "│ 467  ┆ 1800    ┆ 0            ┆ 39.956094 ┆ … ┆ 39.580144 ┆ 39.963317 ┆ 40.38925  ┆ 40.983069 │\n",
       "│ 658  ┆ 1800    ┆ 0            ┆ 39.94728  ┆ … ┆ 39.495037 ┆ 39.955365 ┆ 40.352985 ┆ 40.939432 │\n",
       "│ 681  ┆ 1800    ┆ 0            ┆ 39.909818 ┆ … ┆ 39.530498 ┆ 39.923812 ┆ 40.323264 ┆ 40.98605  │\n",
       "│ 743  ┆ 1800    ┆ 0            ┆ 39.951091 ┆ … ┆ 39.620098 ┆ 39.846014 ┆ 40.385393 ┆ 40.98473  │\n",
       "│ 806  ┆ 1800    ┆ 0            ┆ 39.869235 ┆ … ┆ 39.421885 ┆ 39.635627 ┆ 40.323394 ┆ 40.999029 │\n",
       "│ 841  ┆ 1800    ┆ 0            ┆ 39.98557  ┆ … ┆ 39.539472 ┆ 39.991942 ┆ 40.486413 ┆ 40.968468 │\n",
       "│ 870  ┆ 1800    ┆ 0            ┆ 39.925095 ┆ … ┆ 39.531876 ┆ 39.722715 ┆ 40.466352 ┆ 40.999331 │\n",
       "│ 952  ┆ 1800    ┆ 0            ┆ 39.979713 ┆ … ┆ 39.604224 ┆ 39.915884 ┆ 40.425402 ┆ 40.981914 │\n",
       "└──────┴─────────┴──────────────┴───────────┴───┴───────────┴───────────┴───────────┴───────────┘"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "out = stimuli.group_by(\"seed\", maintain_order=True).agg(to_describe(\"y\"))\n",
    "out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "rows, cols = 4, 3\n",
    "fig, axes = plt.subplots(rows, cols, figsize=(10, 7))\n",
    "axes = axes.flatten()\n",
    "\n",
    "grouped = stimuli.group_by(\"seed\", maintain_order=True).agg(pl.col(\"time\"), pl.col(\"y\"))\n",
    "for i, row in enumerate(grouped.to_dicts()):\n",
    "    ax = axes[i]\n",
    "    ax.plot(row[\"time\"], row[\"y\"])\n",
    "    ax.set_title(f\"Seed: {row['seed']}\")\n",
    "    ax.axis(False)\n",
    "\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "learning",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.9"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "9b99f9135959a9658cb812fe0ba5c4f69cd3d89b5662a926a2ace19e3111ee69"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
